Math Problem

Discussion in 'Horn Depot' started by 01 grad, Sep 17, 2008.

  1. 01 grad

    01 grad 250+ Posts

    Okay, I know this is a simple question. I know I suck at math.

    I am trying to get to a final dimension of a fired piece of clay of 12" X 4". I did a test firing of a piece of wet clay that was 12.5" x 6" initially, the actual size after clay was fired came out to be 10.75" x 5.25". What size do I need to cut my wet clay to in order to arrive at 12 x 4 after shrinkage?

    Please show your work or provide a link so I can do this again in the futurre for different sizes. Anyone?
     
  2. MilkmanDan

    MilkmanDan 1,000+ Posts

    13.95" x 4.57" if it shrinks in the same way as the last test piece.

    13.83" x 4.61" if you average out the shrinkage between the two dimensions.

    10.75 / 12.5 = 86% of original size
    5.25 / 6 = 87.5 % of original size

    12 / 0.86 = 13.95
    4 / 0.875 = 4.57

    The remaining portion of the solution is left as an exercise for the reader.
     
  3. 01 grad

    01 grad 250+ Posts

    Thanks!

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